Answer:
Explanation:
To simplify the unit 6.5 g⋅cm^2/g⋅cm^3, we can cancel out the common units and simplify the expression.
The unit g⋅cm^2 represents a measure of area, and the unit g⋅cm^3 represents a measure of volume. To simplify, we can divide the unit of area (g⋅cm^2) by the unit of volume (g⋅cm^3), which gives us a resulting unit of length.
6.5 g⋅cm^2 / g⋅cm^3 = 6.5 cm^2 / cm^3
Dividing cm^2 by cm^3 is equivalent to dividing the numerator by the denominator and subtracting the exponents:
6.5 cm^(2-3) = 6.5 cm^(-1)
Since the exponent is -1, we can rewrite cm^(-1) as 1/cm:
6.5 cm^(-1) = 6.5 / cm
Therefore, the simplified unit for 6.5 g⋅cm^2/g⋅cm^3 is 6.5/cm.
I hope this is right!!